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A column generation approach to high school timetabling modeled as a multicommodity flow problem
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We model the high school timetabling problem with compactness requirements.

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We propose two new models using a multicommodity flow representation.

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We propose a column generation approach for providing lower bounds for the problem.

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We found tight lower bounds that can be generated faster than previous approaches.

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New best lower bounds were found for five from twelve well-known instances.

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